What is e to the power of negative infinity?

What is e to the power of negative infinity? #shorts #viralmath #math #mathematics #viralshorts

[lordcezar]

Use limits, don't substitute infinity directly 😢. Infinity is not a real number, but rather a concept of the boundary of how large a number can be in magnitude

[kwky]

Essentially, yes, but infinity is not a number, but rather a concept, so to "use" infinity you need to use limits, if you use the lim(n->-∞) of eⁿ, it approaches 0

[kenjiyakamoto]

Yes, it's correct
I recently learned it in Limits chapter.

[tunistick]

no, it's lim(x→-∞)[e^x]=0. When x *approaches* -∞, e^x *approaches* 0. It never gets to be *equal* to 0 but it *really approaches* it.
Hence y=0 is an assymptote for e^x. And just to remind you, an assymptote is a line that our wanted function approaches but *never* touches

[SpamtonSpamton-pmhi]

Essentially, just make sure limit is defined.

[jacobstarr]

1/e^inf is indeterminate but the limit will equal zero.

[KrishnaSingh-lsnp]

Thank you so much mere doubt ka solution k liye

[Sunnysingh-bonv]

No, it is not exact zero . it will tend to zero

[rzeeonthemic]

e to the power infinity is "not defined" and not infinite.

[ukelele]

Use limits and replace infinity with t

[cyberjack]

Well the lime^x as x approaches minus infinity is equal to 0 but can you really raise a number to a power that is not a finite quantity?

[Questiala]

It’s almost correct. Im almost certain 1/infinity is so close to zero yet just below it.

[auralilaorozcomontiel-bkww]

In my case cero in ur case krystel labreau let's c in lyrics codes or 😅😅😅😅 I thought it's was two interlocutor's but the pianist it's playing his infinity voice plus ur voice n urs yeah my case it's cero infinity don't know ur equations of rent bills

[auralilaorozcomontiel-bkww]

Krystel labreau 😅😅😅😅😅😅 infinty negative minus cero x

[md.abdurroufislam]

100% wrong.

It's not correct.
Because when x----> - infinity
The functions value move to infinity.

[auralilaorozcomontiel-bkww]

The power of infinity the sun or unplugged switchers 😂😂😂😂😂 or inter repercursores

[TOE-Physics]

Absolutely not, the values are not approaching but equal so no

[md.abdurroufislam]

When 'E' is getter than 1, then it's correct.

Otherwise it's wrong.

I am 💯%💪 sure.

❤❤Md. Abdur Rouf Islam❤❤

[CosmosMemes]

e^-∞ isn't equal to 0
It is just really really close to 0
lim [x -->∞]
e^-∞ --> 0 (it approaches to zero)
And anything divided by ∞ ≈ 0 [1/∞ ≈ 0]

[facts-with-science]

No because 0×infinity then result will be 0 in LHS result is 1 so it is not correct